A limit involving Mathematica, Wolfram Alpha, and showing the steps

I'm trying to calculate this Limit:

Assuming[{d \[Element] Integers, d > 0, 0 < p < 1},  Limit[N^(-1 - d) (HurwitzZeta[-d, 1 + p  N]), N -> Infinity]]

Which works fine and outputs:

-(p^(1 + d)/(1 + d))

Can Mathematica show the steps which it took to calculate this limit?

PS: When I input another similar Limit:

Limit[ N^(-1 - d) HurwitzZeta[-d, 1 + N], N -> Infinity]

To Wolfram Alpha, it can calculate, and show the steps. But For the first limit, not only it does not show steps, but it can't also compute it. Can any one suggest how I can approach this problem?